if one vertex of an equilateral triangle is 1+i and centroid is at origin, then find the other two vertices of triangle?
The figure can be given as,
Centroid is at origin and we know that for a equilateral triangle all median, perpendicular bisecotor and angle bisector lies on the same line so,
Here O will divide the line AE in the ration 2:1.
So using section formula, the coordinate of E can be found out as,
Centroid is at origin and we know that for a equilateral triangle all median, perpendicular bisecotor and angle bisector lies on the same line so,
Here O will divide the line AE in the ration 2:1.
So using section formula, the coordinate of E can be found out as,